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Dynamical systems / Predation / Ordinary differential equations / Structure / Bifurcation theory / Lotka–Volterra equation / Numerical continuation / Delay differential equation / Lyapunov stability / Differential equations / Mathematical analysis / Mathematics


ARTICLE Stability switch and periodic solutions in delayed three-species model with Holling type III functional response
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Document Date: 2014-03-01 05:45:22

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City

New York / /

Company

Impulsive Systems / Volterra / /

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Facility

University of the Philippines Baguio / /

IndustryTerm

equilibrium solution / periodic solutions / nonnegative equilibrium solutions / predator-prey systems / trivial equilibrium solution / positive equilibrium solution / equilibrium solutions / symmetric equilibrium solution / bifurcation analysis tool / periodic solution / stable equilibrium solution / /

NaturalFeature

Adriatic Sea / /

Organization

University of the Philippines / Juancho A. Collera* Department of Mathematics and Computer Science / Department of Computer Science / University of the Philippines Baguio / /

Person

Ruan / Jose Maria / Eduardo R. Mendoza / Eduardo R. Mendoza Reviewers / Maria L. Escaner IV / Wei J. On / Verduyn Lunel / Hale Lunel / /

Position

author / ACKNOWLEDGEMENTS The author / /

PublishedMedium

The Canadian Entomologist / /

Region

Adriatic / /

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